CALCULATING FORCES OF MOTION

CALCULATING FORCES OF MOTION Calculating Speed and Velocity The trouble with facts is that there are so many of them. Methods for calculating Whenever we work on solving any motion problems we will be working with an equation that requires a step-by-step method. Careful attention needs to be paid to writing out the known and unknown measurements, the SI units involved, and the entering of numbers into your calculator. Double check all work! No need to ask the question "Do we have to show all of our work?" The unqualified answer to that question is YES !   Numbers mean nothing in measurements and science calculations if they are not labeled with some type of unit.   Physics problems mean nothing without proof of your answer and that comes with writing out the equation.   So let's get to it! Procedure for Solving SPEED and VELOCITY EQUATION:   speed = distance          OR        v =  d                  time                                t   Remember that the SI unit for speed and velocity is meters per second (m/s).  Velocity answers also require a direction. The best way to learn the steps is to work through a problem. If you need to review solving one step equations, click on the link below. Speed of a Sailboat Problem :  What is the speed of a sailboat that is traveling 100 meters in 120 seconds? Step 1 :  Write down the equation you need to solve the problem. v =  d           t   Step 2 :  Place the known information into the equation. Known :  The sailboat traveled a distance of 100 meters and the time it took to travel that distance was 120 seconds.  Since meters per second is the SI unit for speed, there is no need for conversions in this problem. v =  100m  =        120 s   Step 3 : Solve.  Carefully enter the numbers into your calculator. Remember that this is a division problem. Check to make sure that your solution contains the correct SI unit. SOLUTION : The sailboat has a speed of .83m/s.   One more example problem and then you will practice on your own.   Speed of a Cyclist Problem :  If a cyclist in the Tour de France traveled southwest a distance of 12,250 meters in one hour, what would the velocity of the cyclist be?                  Remember that the SI unit for velocity is meters per second, but this problem has the distance measure in meters and the time measured in hours.  The 1 hour has to be converted to seconds.  If you need to review conversions, click here.  Also, this is a velocity problem and your solution requires a direction. Step 1 : Write down the equation needed for the problem. v= d       t Step 2 :  Enter all the known values into the equation, taking care to make all necessary conversions. v = 12,250 m =         3,200s Step 3 : Use your calculator to solve the problem. Check to make sure that you included the correct SI unit and direction. SOLUTION :   3.83 m/s southwest

Ok guys that is calculating of velocity,, and many  in our dialy life, right?